| Sr no. | class members | # points | points | 1 | y2 = x3 + 105x + 131 | 84 | (3,40) (3,75) (3,86) (3,121) (13,40) (13,75) (13,86) (13,121) (26,40) (26,75) (26,86) (26,121) (34,54) (34,61) (34,100) (34,107) (45,5) (45,51) (45,110) (45,156) (48,2) (48,44) (48,117) (48,159) (59,40) (59,75) (59,86) (59,121) (68,5) (68,51) (68,110) (68,156) (69,19) (69,65) (69,96) (69,142) (76,40) (76,75) (76,86) (76,121) (80,54) (80,61) (80,100) (80,107) (82,40) (82,75) (82,86) (82,121) (94,2) (94,44) (94,117) (94,159) (103,54) (103,61) (103,100) (103,107) (115,19) (115,65) (115,96) (115,142) (117,2) (117,44) (117,117) (117,159) (118,40) (118,75) (118,86) (118,121) (122,40) (122,75) (122,86) (122,121) (138,19) (138,65) (138,96) (138,142) (145,40) (145,75) (145,86) (145,121) (160,5) (160,51) (160,110) (160,156) | 2 | y2 = x3 + 77x + 75 | 84 | (12,40) (12,75) (12,86) (12,121) (17,54) (17,61) (17,100) (17,107) (19,5) (19,51) (19,110) (19,156) (20,47) (20,68) (20,93) (20,114) (40,54) (40,61) (40,100) (40,107) (41,5) (41,51) (41,110) (41,156) (55,5) (55,51) (55,110) (55,156) (66,47) (66,68) (66,93) (66,114) (69,12) (69,58) (69,103) (69,149) (87,5) (87,51) (87,110) (87,156) (89,47) (89,68) (89,93) (89,114) (101,5) (101,51) (101,110) (101,156) (104,40) (104,75) (104,86) (104,121) (110,5) (110,51) (110,110) (110,156) (111,5) (111,51) (111,110) (111,156) (115,12) (115,58) (115,103) (115,149) (124,5) (124,51) (124,110) (124,156) (132,54) (132,61) (132,100) (132,107) (138,12) (138,58) (138,103) (138,149) (150,40) (150,75) (150,86) (150,121) (157,5) (157,51) (157,110) (157,156) | 3 | y2 = x3 + 49x + 47 | 84 | (5,16) (5,30) (5,131) (5,145) (13,12) (13,58) (13,103) (13,149) (27,33) (27,79) (27,82) (27,128) (31,33) (31,79) (31,82) (31,128) (34,33) (34,79) (34,82) (34,128) (54,33) (54,79) (54,82) (54,128) (59,12) (59,58) (59,103) (59,149) (69,47) (69,68) (69,93) (69,114) (73,33) (73,79) (73,82) (73,128) (80,33) (80,79) (80,82) (80,128) (82,12) (82,58) (82,103) (82,149) (83,2) (83,44) (83,117) (83,159) (96,33) (96,79) (96,82) (96,128) (97,16) (97,30) (97,131) (97,145) (103,33) (103,79) (103,82) (103,128) (115,47) (115,68) (115,93) (115,114) (129,2) (129,44) (129,117) (129,159) (138,47) (138,68) (138,93) (138,114) (143,16) (143,30) (143,131) (143,145) (146,33) (146,79) (146,82) (146,128) (152,2) (152,44) (152,117) (152,159) | 4 | y2 = x3 + 35x + 54 | 84 | (3,5) (3,51) (3,110) (3,156) (5,26) (5,72) (5,89) (5,135) (10,47) (10,68) (10,93) (10,114) (26,5) (26,51) (26,110) (26,156) (31,54) (31,61) (31,100) (31,107) (33,47) (33,68) (33,93) (33,114) (45,54) (45,61) (45,100) (45,107) (54,54) (54,61) (54,100) (54,107) (62,54) (62,61) (62,100) (62,107) (68,54) (68,61) (68,100) (68,107) (69,33) (69,79) (69,82) (69,128) (97,26) (97,72) (97,89) (97,135) (108,54) (108,61) (108,100) (108,107) (115,33) (115,79) (115,82) (115,128) (118,5) (118,51) (118,110) (118,156) (125,47) (125,68) (125,93) (125,114) (131,54) (131,61) (131,100) (131,107) (138,33) (138,79) (138,82) (138,128) (143,26) (143,72) (143,89) (143,135) (146,54) (146,61) (146,100) (146,107) (160,54) (160,61) (160,100) (160,107) | 5 | y2 = x3 + 147x + 117 | 84 | (13,19) (13,65) (13,96) (13,142) (17,33) (17,79) (17,82) (17,128) (24,9) (24,37) (24,124) (24,152) (34,12) (34,58) (34,103) (34,149) (38,19) (38,65) (38,96) (38,142) (40,33) (40,79) (40,82) (40,128) (41,19) (41,65) (41,96) (41,142) (47,9) (47,37) (47,124) (47,152) (59,19) (59,65) (59,96) (59,142) (61,19) (61,65) (61,96) (61,142) (69,5) (69,51) (69,110) (69,156) (80,12) (80,58) (80,103) (80,149) (82,19) (82,65) (82,96) (82,142) (87,19) (87,65) (87,96) (87,142) (103,12) (103,58) (103,103) (103,149) (110,19) (110,65) (110,96) (110,142) (115,5) (115,51) (115,110) (115,156) (132,33) (132,79) (132,82) (132,128) (138,5) (138,51) (138,110) (138,156) (139,9) (139,37) (139,124) (139,152) (153,19) (153,65) (153,96) (153,142) | 6 | y2 = x3 + 154x + 124 | 84 | (20,16) (20,30) (20,131) (20,145) (24,16) (24,30) (24,131) (24,145) (38,40) (38,75) (38,86) (38,121) (47,16) (47,30) (47,131) (47,145) (48,16) (48,30) (48,131) (48,145) (55,33) (55,79) (55,82) (55,128) (61,40) (61,75) (61,86) (61,121) (66,16) (66,30) (66,131) (66,145) (69,26) (69,72) (69,89) (69,135) (76,2) (76,44) (76,117) (76,159) (89,16) (89,30) (89,131) (89,145) (94,16) (94,30) (94,131) (94,145) (101,33) (101,79) (101,82) (101,128) (115,26) (115,72) (115,89) (115,135) (117,16) (117,30) (117,131) (117,145) (122,2) (122,44) (122,117) (122,159) (124,33) (124,79) (124,82) (124,128) (138,26) (138,72) (138,89) (138,135) (139,16) (139,30) (139,131) (139,145) (145,2) (145,44) (145,117) (145,159) (153,40) (153,75) (153,86) (153,121) | 7 | y2 = x3 + 133x + 26 | 84 | (17,47) (17,68) (17,93) (17,114) (27,47) (27,68) (27,93) (27,114) (40,47) (40,68) (40,93) (40,114) (41,54) (41,61) (41,100) (41,107) (48,47) (48,68) (48,93) (48,114) (69,16) (69,30) (69,131) (69,145) (73,47) (73,68) (73,93) (73,114) (76,9) (76,37) (76,124) (76,152) (83,26) (83,72) (83,89) (83,135) (87,54) (87,61) (87,100) (87,107) (94,47) (94,68) (94,93) (94,114) (96,47) (96,68) (96,93) (96,114) (110,54) (110,61) (110,100) (110,107) (115,16) (115,30) (115,131) (115,145) (117,47) (117,68) (117,93) (117,114) (122,9) (122,37) (122,124) (122,152) (129,26) (129,72) (129,89) (129,135) (132,47) (132,68) (132,93) (132,114) (138,16) (138,30) (138,131) (138,145) (145,9) (145,37) (145,124) (145,152) (152,26) (152,72) (152,89) (152,135) | 8 | y2 = x3 + 98x + 82 | 84 | (3,9) (3,37) (3,124) (3,152) (6,9) (6,37) (6,124) (6,152) (26,9) (26,37) (26,124) (26,152) (27,26) (27,72) (27,89) (27,135) (45,12) (45,58) (45,103) (45,149) (52,9) (52,37) (52,124) (52,152) (68,12) (68,58) (68,103) (68,149) (69,40) (69,75) (69,86) (69,121) (73,26) (73,72) (73,89) (73,135) (75,9) (75,37) (75,124) (75,152) (83,9) (83,37) (83,124) (83,152) (90,19) (90,65) (90,96) (90,142) (96,26) (96,72) (96,89) (96,135) (115,40) (115,75) (115,86) (115,121) (118,9) (118,37) (118,124) (118,152) (129,9) (129,37) (129,124) (129,152) (136,19) (136,65) (136,96) (136,142) (138,40) (138,75) (138,86) (138,121) (152,9) (152,37) (152,124) (152,152) (159,19) (159,65) (159,96) (159,142) (160,12) (160,58) (160,103) (160,149) | 9 | y2 = x3 + 140x + 110 | 84 | (6,19) (6,65) (6,96) (6,142) (10,16) (10,30) (10,131) (10,145) (20,33) (20,79) (20,82) (20,128) (33,16) (33,30) (33,131) (33,145) (52,19) (52,65) (52,96) (52,142) (55,12) (55,58) (55,103) (55,149) (62,12) (62,58) (62,103) (62,149) (66,33) (66,79) (66,82) (66,128) (69,54) (69,61) (69,100) (69,107) (75,19) (75,65) (75,96) (75,142) (89,33) (89,79) (89,82) (89,128) (90,12) (90,58) (90,103) (90,149) (101,12) (101,58) (101,103) (101,149) (108,12) (108,58) (108,103) (108,149) (115,54) (115,61) (115,100) (115,107) (124,12) (124,58) (124,103) (124,149) (125,16) (125,30) (125,131) (125,145) (131,12) (131,58) (131,103) (131,149) (136,12) (136,58) (136,103) (136,149) (138,54) (138,61) (138,100) (138,107) (159,12) (159,58) (159,103) (159,149) | 10 | y2 = x3 + 70x + 12 | 84 | (5,2) (5,44) (5,117) (5,159) (6,2) (6,44) (6,117) (6,159) (12,2) (12,44) (12,117) (12,159) (19,40) (19,75) (19,86) (19,121) (31,16) (31,30) (31,131) (31,145) (52,2) (52,44) (52,117) (52,159) (54,16) (54,30) (54,131) (54,145) (69,9) (69,37) (69,124) (69,152) (75,2) (75,44) (75,117) (75,159) (90,5) (90,51) (90,110) (90,156) (97,2) (97,44) (97,117) (97,159) (104,2) (104,44) (104,117) (104,159) (111,40) (111,75) (111,86) (111,121) (115,9) (115,37) (115,124) (115,152) (136,5) (136,51) (136,110) (136,156) (138,9) (138,37) (138,124) (138,152) (143,2) (143,44) (143,117) (143,159) (146,16) (146,30) (146,131) (146,145) (150,2) (150,44) (150,117) (150,159) (157,40) (157,75) (157,86) (157,121) (159,5) (159,51) (159,110) (159,156) | 11 | y2 = x3 + 119x + 96 | 84 | (10,26) (10,72) (10,89) (10,135) (12,26) (12,72) (12,89) (12,135) (19,19) (19,65) (19,96) (19,142) (24,26) (24,72) (24,89) (24,135) (33,26) (33,72) (33,89) (33,135) (38,9) (38,37) (38,124) (38,152) (47,26) (47,72) (47,89) (47,135) (61,9) (61,37) (61,124) (61,152) (62,47) (62,68) (62,93) (62,114) (69,2) (69,44) (69,117) (69,159) (104,26) (104,72) (104,89) (104,135) (108,47) (108,68) (108,93) (108,114) (111,19) (111,65) (111,96) (111,142) (115,2) (115,44) (115,117) (115,159) (125,26) (125,72) (125,89) (125,135) (131,47) (131,68) (131,93) (131,114) (138,2) (138,44) (138,117) (138,159) (139,26) (139,72) (139,89) (139,135) (150,26) (150,72) (150,89) (150,135) (153,9) (153,37) (153,124) (153,152) (157,19) (157,65) (157,96) (157,142) |
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